MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-07-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-01-01 2025-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-01-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-01-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-10-01 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-07-01 2025-09-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-04-01 2025-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-01-01 2025-03-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2023-01-01 2023-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2022-01-01 2022-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2020-01-01 2020-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2022-01-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2020-01-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2023-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2022-12-31 iso4217:EUR xbrli:pure MAPFRE PRIVATE DEBT II, FIL 133 02 04 2025 EUR A+ false CTRA. POZUELO N.50-1 PL.2 MODULO NORTE 28222 MAJADAHONDA EM CONTACTE.INVERMAP@MAPFRE.COM . 05 CTRA. POZUELO N.50-1 PL.2 MODULO NORTE 28222 MAJADAHONDA EM CONTACTE.INVERMAP@MAPFRE.COM 2025-05-09 01 Fondo de Inversión Libre. RENTA FIJA MIXTA EURO. Elevado Política de inversión: El Fondo invertirá al menos el 90% de su patrimonio en IIC de IL o vehículos similares nacionales o extranjeros, domiciliados en la UE/ OCDE o gestionados por una gestora o entidad que desarrolle funciones similares y con análoga exigencia de responsabilidad, sujeta a supervisión condomicilio en un país de la OCDE (los Fondos Subyacentes o FS). El resto, hasta un 10% del patrimonio del Fondo, se invertirá de manera directa en activos de renta fija pública o privada y renta variable (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos, titulizaciones y bonos, incluyendo contingentes convertibles) líquidos, sin predeterminación en duración o calidad crediticia. Al menos el 90% de estas inversiones se realizará en activos emitidos/negociados en paísesOCDE, pudiendo el 10% restante ser de países no OCDE (emergentes y no emergentes). Al menos el 85% del patrimonio del FIL estará invertido en FS con una periodicidad de suscripciones y reembolsos al menos trimestral, y hasta el 15%podrán tener una periodicidad de suscripciones y reembolsos como máximo semestral. Los FS serán, como mínimo en un 80%, fondos de reparto y, como máximo en un 20%, de acumulación. El fondo no cumple con la Directiva 2009/65/CE. De manera directa, el FIL no realizará operativa con instrumentos financieros derivados. No obstante, de manera indirecta, los FS podrán realizar operativa con derivados negociados o no en mercados organizados de derivados, con finalidad de cobertura e inversión. 1 MAPFRE PRIVATE DEBT II FIL C.A EUR 0 0 0.00 false 100.000,00 Euros 0.00 false 2025-11-28 0.0000 0.0000 0.0000 false 0.00 0.00 0.00 0.00 01 0.00 0.00 01 04 LET. TESORO 1 AÑO true false GraficaVL.png png 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V6+4uLjExMRzzz23YcOG99xzj2W46zFBNgAExYVw1wQeuesxQTYABKUehbv+nDsTZANAONwM98gi3AFAQ7gDgAcR7gDgQYQ7AHgQ4Q4AHkS4A4AHEe4A4EGEOwB4EOEOAB5EuAOABxHuAOBBhDsAeJA74d68efMGJ23fvp05VAEgslwId5/PFxsbq19T6yV/mUMVAILiQrh/8cUXl156qX5NreHOHKoAEBQXwl1KNm3a9LrrrktISBg+fPgJP+ZQBYAIcijc9ROi7t69e9GiRRLox44d6969+7JlyyxH7syhCgAhcyjc9Xw+X1VVlbosyZ6SkmIZ7nrMoQoAQXEh3CXQ+/TpU1FRUVJS0rt37/Xr19ca7oHnUFUR7gCgcSHcJdZHjx6dmJgYHx8/efJkJew5VNUJshcsWLDGKfPmzTOucgR1nUFdZ1DXVoa/XGpsDHcPqOmQaDfqOoO6zqCuKwj3QHbt2mVc5QjqOoO6zqCuKwh3APAgwh0APIhwBwAPItwBwIMI90Cqqqp8Pp9xLSLt888/f+ONN44dO2bcYDNX6paWlhYVFRnX2s+VuvLy+eyzz4xr7edWXUmMwYMH5+XlGTe4gXCvUUZGRlxc3O9///vbbrtt7969xs22ee65595//33jWvu5VXf16tWNGjVKSkpq0aLFt99+a9xsG1fqrlu37rzzzjv99NOnTp1q3GYnt+rm5ub++te/tvyqua3cqpuenn7jjTdq38x3F+Fu7bvvvmvZsmWx3yOPPHLOOecsXbrU2MgeWVlZp5122qxZsxx+0+BK3aNHj15wwQWFhYWyPHnyZMurCdnBlbr5+fnypJL/jxw5IkeUQ4cO7dixw9jIBm7VVbVu3bpdu3Z9+vSRl1J5ebljx1Hn6+bk5DRu3LigoECWP/3007S0tJUrVzr8vlCPcLcmL4CLL75Y+/HAgQN/+MMfFi9erGtiF3nhxcTE9OzZs1u3bk6+v3Ol7u7duzt16qQuv/XWWwMGDFCX7R77uFJ3y5Yt/fr1k4XKyspmzZpdddVVcoBR19jKrbqqadOmyZvCSZMmxcfH33TTTfPmzTO2sIfzdSdOnNi9e3fZyTt37pSjqTyAHj16JCcnG9s5hXA30s7Dyu/pr3/9q7ZeDsgJCQnff/+9rm0kaXVffvll9dILixYtio2N3bRpk7FpRLlbV8aSl1122dNPPy1rtm7dev/998tCSUlJ+/btZZPxNpHgYt2XXnqpSZMmclw5ePDg9OnT5UAiI0rJ2Q8//NDYOnJcrKs+r/bu3XvnnXfKmpkzZ/7iF78YO3bs8ePHja0jx8W6r7/++rBhw3r16tW/f3/1vZHs6s6dO3/88cfG1o4g3KvRn4eVJ0eHDh3uvfde9X2WuP7662VEX/0WkVHT+V95WrRp00aiR16NuuYRUx/qyn6WF4as3LBhg7wCZUEGldqcLZHlet3zzz//m2++0W+SY4zErn5NBLleV31eXXnllfv27ZPDyUcffSTBt2TJEuMNIqQ+1JXx+6mnnlpRUaFukjHiJ598Ur25Qwj3n5jPw8o4fejQoWecccaIESP+/Oc/33rrrcbbRIK5rn6rxOucOXO0KyFHUH2r++qrr8oelteJDHZOnDhR7TaRUK/qZmdny4B64cKF8uI33iBC6k/d2bNnS/Y9++yzagObzn3Vn7rq5Qfeeecdeevfo0cP4w2cQrj/pKbzsJ9++unixYvXrFlj09u6mura9FzU1Le66rmCmJiYAwcOaI0jqF7VlbcL8rIfOXJkWVlZtdaRU3/qyh5ev369888rt+rKgrxjSE5OnjBhwg8//FCttYMI958cO3bM4fOwKuoqJ+vKkOfFF1803iBC6mFdt/YzdSPIrbq1Itz/R/2+UkFBgWPnYVXU9XBdtaji/2s8danrMML9R+bvK9l9HlZFXQ/XNRdVqGuDaKtbd4S79feV5K2WredhFep6uq5lUcX/Fp66ERRtdYNCuNf4faX9+/fbdx5Woa6n69ZUVJapG0HRVjcohPuPHP6+koa6Hq7rSlGFul6vW3dRHe6fn/wym/xiHPu+kkLd6Kj75ZdfOllUoa7X6wYresN9dfUvsznzfSWFutFUNy8vz5miCnW9XjcEURru5i+Vqev37dtn6/eVqKuuj6q6dhdVqOv1uqGJ0nC3/FKZ4v/g6k+NbEBddZm6kUVdddmrdUMTpeEuR2BXvlTmSl0ZULjyJTrqUtcO0VY3ZFEa7vfdd9+hQ4c+d/xLZa7UlaIVFRUFjn+JjrrUtUO01Q1ZlIb7Rx995NhFAfVcqasvqlDXNtSlbr0SpeEuHn/88czMTMXxL5W5UlcrqlDXTtSlbv0RXeH++ckPPqs/DhkyRJ1Pzu4vlR0+fDg3N1f70bG6+v5qRRX76+r762Rd+quut7tutPXXrbphiqJwX139g8+K/y8hgwYNsvst1apVq+Li4jp06JCfn6+ucaauob/OFFVM/XWsLv11pm609detuuGLlnC3/ICq2L59+4wZM6o1jSh5ErRu3bq0tFTxz133yCOP/P3vf5chgN11Lftrd1Glhv5u27bN7rr0V6G/NnCrbkRES7gH+IBqenr6wYMHf2oaUXL/csD3+XzySrjoooumT5/epUuXG2+8UTbZWrem/s6aNcu+okrN/bW1swr9pb/2cKtuRERLuB+r+QOq6jDEDuq1/O+5554pU6aMGzdu06ZNsrKiokLGPh988IGtX3wI0F+bPpCrdlYWLPubk5NjvEFE0V+F/trArboR4f1wf+65595//33F8dlStGv59+7dOykpSRbkkaibkpOTd+7cWb15xLjSX/3EBVK9Y8eOzvRX66xCf+lv5LhVN7K8H+5ZWVmnnXaavI1Sxx2KIx9QNVzL/+yzz5ZajRo1Sk1NHT16tLwYjDeIHOf7a564YMGCBQ888IAD/TV3VqG/kRZt/VXcqxtZ3g/3HTt2xMTE9OzZs1u3bupnmBz4gKrltfzllTBv3jy7LzDkfH8tO7t48eKPP/7Y7v6aO6vQ30iLtv4q7tWNLC+Hu/qce/nll+U4LAuLFi2KjY1VTxTa+gFVta7z1/J3sb/Od1bx17XsrOLF/gb45Sp29rcePpkV+/vrfF07eDnc1WtB6NfIWKNNmzb3339/eXm5fn1kadegcPha/i72V/rlcGcVU3+d6aziUn9d/OVG25PZlbp28HK4G64FoZLf0Jw5cyorKw3rI0ir69gEESp3++twZxWr/jrQWcWl/po7qzjS3+h8MhtWOlDXDl4Od6X6tSCcpK/r5LX8Xe+vk51Voqy/rndWib7+/qx5PNyV6teCsJX2QWCVY3UNHKtLf52pq+dkUX1/nayrF211I8tr4a7/gKrKmWtB6D8IvHfvXsWpuvTXmbr1pL/OFFVM/XWsrlv9dauurbwW7pYfULX7WhDmDwIvXbpUsb+uQn/97K5br/rrQFHL/jpQV3Gpv4p7dW3ltXC3/ICqYvOFXGr6ILBic12F/p5ka9361l+7i9bUX7vrKi71V3Gvrq28Fu41fUDV1gu5KDV/ENjuuvRXXW933XrVX7uLKjX0V0b0uia2cKu/btW1lXfCvbS0tKioSL/GmQ+oqnWd/yAw/aW/EacVdbi/5s4qzvZXz4G6zvBIuK9bt+688847/fTTp06dql9v9wdU9XWd/CAw/VXR3wgyFHWsvzV1VnG2v3q21nWMF8I9Pz+/ZcuW8v+RI0datGgh44sdO3YYG9nAsq4DHwS2rGtsZAPLuvQ34izrGhtFWk1F7e5vTXXt5lZdJ3kh3Lds2dKvXz9ZkCNts2bNrrrqqgsuuEBdYyvqUtcOrtR1pagSfXWd5IVwP3r0aFxc3O7duw8ePDh9+vSqqip5VyW/qg8//NDYNKKoS107uFLXlaJK9NV1khfCXchvSP/BZ3HZZZfJb06/xg7Upa4dXKnrSlEl+uo6xiPhrsnOzn7ppZcWLlzYvXt34zY7UdcZ1HWAK0WV6KtrN6+F+4YNG3r06DFy5MiysjLjNjtR1xnUdYArRZXoq2s3r4U7AEAh3AHAkwh3APAgwh0APIhwBwAPItwBwIMIdwDwIMIdADyIcAcADyLcAcCDCHcA8CDC3WmnAFHJ+EqAzdjjTqs/z/Jhw4b16dOnS5cuxcXFxm1ARNWfp330YI87rf48y3/uU0TiZ6T+PO2jB3vcacE+y3Nycup4memysrL8/HzjWr/ly5dL3S+//FL9cdu2bb/97W8PHz6s/jh//vw5c+Yo/oklb7/99osuuqhNmzZjxowpN83+LmtGjhxpfkgnTpw488wzZeHf//633LPcvEWLFomJiVlZWbLym2+++dWvftXGLyYm5uabb5b7ycvL+7//+z91pejUqZP+Dg8ePNigQQNZ36pVq7Zt227dulVWBr6JZRXtgdV02yVLlrRs2TIpKemGG27Q9s8XX3xxyy23NG/eXKrff//92pVgLfeP7NudO3eqDUJg+bCNjax8++23mZmZxrV+s2bNWr9+vX7NM888M2PGjI0bNz7yyCPqsn6rlNb/aMnQRtux2oL47LPPkpOTW7dufcEFF6Snp+vbB/u0R/jY404L9lluTlJLVVVVkydPVjPaTJLr8ssvX7hwofqjhPtZZ501aNAg9Uc13I8fPy6x9dxzzyn+V2xqauodd9yh3YNq7ty577zzjvkh6cNd2ySJfPHFFyv+/JKUVFdKlc6dO69Zs0bSNkCmSLhLpqvL+/fvP//88yVYA9/Esoo+3M233bNnT0JCwvfffy/Lr732WpcuXdT1V199tUS27FK5+dixY1NSUhT/fVruH4n+gQMH/nSnQbJ82NWbWJMH37dvX+NaP3O4V1RUHDt2TA13dVm/1bxnzGoNd5/P1759+5dfflmWv/vuO1l+5ZVXtPbBPu0RPva404J9lpuT1JIE0znnnGMZ7jLEi42NlaiVzFLXSLhLsl966aWSxcrJcH/yyScfeOAB7VYSbRLN+/bt09aIa665RrF6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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAIAAAC62dafAAAojElEQVR4Xu3dCXwN5/oH8Pu5t7V0cWm1tSQVIpaU2v9tqbi0VbQRLqW9FEXsxC6kjSWWShu1SxRR1E7RVFHU3lqKKppSbYkUIYstQpbn/zyZOD1mTlIkJ8688/t++unnZM6cxXNmfu8777xnzj8IAACU8w/9AgAAMD+EOwCAghDuAAAKQrgDACgI4Q4AoKB8Cvdly5ZtAwCAvLZjxw594GbKp3CfP3++fhEAAOQa57t+USaEOwCAiSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFBQrsL93LlzDRs2tP25ePHiihUrenl5RUZGZreODsIdAMAZ7j/cp06dWqNGjerVq2t/xsXFubm5nT9//uLFix4eHrGxscZ1jBDuAADOcP/hvnbt2rCwMFtwc0z7+vpqt/v06RMeHm5cxwjhDgDgDPcf7iw6OtoW3OPGjRs2bJh2OzQ0NDg42LiOEcIdAMAZ8izcQ0JCAgMDtdsc7kFBQcZ1jBDuAADOkGfhPnfuXD8/P+12QEDAzJkzjesYIdwBAJwhz8L9/Pnz7u7uSUlJV65c8fT0jImJMa5j79ChQ/za06dP198BAAC5lmfhzhYtWlQtk/1UyOzCXYOeOwCAM+Qq3HMP4Q4A4AwIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AwJw2bqR58/QLb0O4AwCYSloaLVlCNWpQlSq0YoX+3tsQ7gAAJpGcTDNmULlyVL8+RUVRRoZ+BTsIdwAAl5eQQCEh9Mwz5OdHe/bo73UE4Q4A4MJiYmjAAHriCXrvPfr5Z/292UO4AwC4pGPHqGNHifVBg+jsWf29fwfhDgDgYnbtIl9fKlGCxo+nxET9vXcH4Q4A4BoyMmjdOqpXj8qXp/BwunFDv8K9QLgDADxot25xGpK3N9WqRcuXU3q6foV7h3AHAHhwrl6lSZPI3Z1ee402b9bfmwsIdwCAByEujt5/n4oXp7Zt6Ycf9PfmGsIdACB/nTpFvXrJNJiePeW2cyDcAQDyy8GD9Pbb0lsPCqILF/T35imEOwCA823ZQo0bk5sbhYXJOLvzIdwBAJwmPV2u7VW7NlWuTJGRMismvyDcAQCcICWFIiJkxnrdurR2bc4X+XIGhDsAQJ5KSqIJE6hkSXrzTdq5U39vfkG4AwDkkdhYGjKEnnySOnSgo0f19+YvhDsAQK5FR1OXLjK7sX9/OnNGf++DgHAHAMiF776jli3lSutjxlB8vP7eBwfhDgBwX776inx8qGxZmj5dfiPJxSDcAQDuRWoqLVxIVatS9eq0eLH8oqlLQrgDANyd69dpyhQqU4YaNqQNG/T3uhiEOwDA37l0iUaOpKefplataN8+/b0uCeEOAJC9P/6gvn1lGoy/P504ob/XhSHcAQAc+fFHatdOJq0PG0bnzunvdXkIdwCAO3EsNm1KpUrRxIl0+bL+XpNAuAMAZEpPp9Wr6YUXqGJFmjOHbt7Ur2AqCHcAsDzOcU5zznROds73vPgJ0wcO4Q4AFnb5MoWGUunSMg6TTRqaFMIdACzp3DkKDJTzpe3ayblT5SDcAcBiTpygbt1kdmPfvvT77/p7VYFwBwDL2L+fWremp56SbyRdvKi/Vy0IdwCwgI0bqVEjuXLAlCl07Zr+XhUh3AFAXWlptGSJXOGralW52ldqqn4FdSHcAUBFyck0Y4Zcj9fHR67Naz0IdwBQS0IChYTIr2e0aCG/pGFVCHcAUMWZMzRggEyD6dyZfv5Zf6/FINwBwPyOHqWOHWXS+uDB8ivVgHAHAHPbtYt8falkSRo/nhIT9fdaGMIdAEwoI4PWrqW6dal8eQoPpxs39CtYHsIdAEzl1i2KjCRvb6pVi5YvV+MiX86AcAcAk7h6lcLCyM2NXnuNNm/W3wt3QrgDgMu7cIGCgqh4cWrblg4e1N8LjiDcAe7FiRO81dLzz1OPHjIx44MP5DzepEk0a5aMFSxdSmvWyDfdt2+Xn1H+6Sc6eZLOnpWfV75+HQMI9+PUKerZU2Y38v/5Ntw1hDtAjpKTJaknTKDmzaXnWKYMvf02vfsuffyxXAd8zBgaPlzmVnPWd+ok/Uo/P2rcmOrXpzp1qEoVOd1XurRM0XvkEfrnP6lAASpSRL5fw89TqRLVqEEvvSTXPGnWjFq1kmvPdu1KffrQkCFZzcYnn0izwbsJNxtr10qzsWPHHc1GfLyyzQb30LmeXHPus3PPHe4Rwh3A4MwZWraMAgIkoB99VH6dh+N7xYo8mEB986b8OsT583Kl2Z9/lvzas4e2bJHvx69cSYsW0aef0tSp0myMHi3NRv/+0mx07Cgxx62L1mzUri3NhqenNBvcpbU1G//+tzQbHh5ZzUbdutJsvPGGNBvt20uz0bevNBvBwVnNRni4NBv8L+VmY9MmaTb275dm49dfs5oNbtgyMvT/hHywebOMqru7ywj71av6e+HuINwBMidgcHd48mRq00bO12nfXOeE3bXLNHPsuNlISspqNo4fl2Zj925pNqKipNlYuPCOZiMwUJqN7t2l2eB/MjcbHKZas/Hcc9JslColzUbhwtJsFCwozUaJEtJsVK58R7PRurU0G/7+0mwMHSrNBh/iaM3GZ59Js7FunTQbO3dKs3H0qDQb3EBm12zw8cfy5TIHxttbxrj4Q4FcQLiDVcXFSY912DAJtcceo2rVZFSXQ5ADCOylpEizce5cVrPxww/SbHDnmpsNPprhis2eLc3GxIlZzQYf8XCz0aGDNBu+vtJsvPzyHc1GsWJ/NRtFi0qzUbas/H5poUJUr560B8bch3uHcAfL4I7hkSPSqeTc8fKSWGnSRPLom2/oyhX9ypAPuNlITJRm47ffpNngIwzIOwh3UNrly3IScuRIGa3+97+le9ipk/Q0jx5F9xDUhnAH5Zw4IQO+3bvL7zM89hg1aCBnJr/8UuYjAlgGwh3MLzlZZnp8+KGcGHzqKXr2WZmtOHUqHThgqV/eAbCHcAdziolxPFvx7Fn9mgCWhHAHk9DNVnz66azZijt3mma2IkA+QriDC7PNVvTxyZqt2KMHLViA2YoAfwvhDq7ENluxY8es2Yqvv47ZigD3AeEOD9rly/IlxlGjsmYrVqiA2YoAuYdwhwfh5EnMVgRwKoQ75IvsZivu34/ZigDOgHAHp7HNVvy//8uardi/v1wZCrMVAZwP4Q55xzZbsW1buV7r00/Lxc0nTsRsRYD8h3CH3Ll4US7jFxiYNVtR+4kizFYEeNAQ7nCP0tPl9xwiIjBbEcCVIdzhLmQ3W5FTXskfeAMwP4Q7ZMM2W/H557NmKwYGygjMxYv6NQHA9SDc4TbbbEU/v6zZim3b0pQpmK0IYEYId2uLiZG5if37Z81W5P9jtiKAEhDuFsN9cO6Jc38csxUBlIZwt4DsZiuePKlfEwBUgXBXUXIy7drlYLbipk0y7wUALADhbk7p6fKb8T/8IF3y8HAKDqYuXahpU+mVFy9ODz9MRYpIsnO+Y7YigCUh3F1YUhIdOyZfDuIqjR9PvXtTy5ZyhRY3NypQQIbLa9SgN96gbt1kBvrs2fTVV3TokPzABa6UC2B5CPcH6sYN+u03OZm5bBlNmkSDB9M778iM8vLl6ZFHpPddqRK98gq9+66MmE+dSqtW0Xff0enTchUXAIDsIdydLD2d/vxTJqisXUuzZtH771PnzjICXrUqPfEEFSxIHh5Urx699ZZcPTE0lBYtom+/pV9+oWvX9E8FAHDXEO55ISFBfjZo40aKjKSxY6lXL/nt5jp1qHRpGT8pUYJq1iRfX/m255gxNGcOrV9PP/6Ir3oCgPPkKtzPnTvXsGFD25+LFy+uWLGil5dXJGdcNkt0TBPuyclymcMdO2jJEgoLo4ED5bcm6tcnT08qXFgut+LtTa++Kucwhw+n6dNp9Wrau1e+IoTvdgLAg3D/4T516tQaNWpUr15d+zMuLs7Nze38+fMXL1708PCIjY01LrnzCYQLhXtamnwtc98++uILmjGDgoLk2liNG9Nzz1GxYlSoEJUrRy+/TG3a0IAB9NFH3HBx8WSq+PXr+qcCAHjQ7j/c165dGxYWZgt3jmlfX1/tdp8+fcLDw41LtNv28jvc4+PpyBHasIHmzqWQEPkuT/PmVLs2lSwp0wf5/3ybl/TsKffyOrwmr8+PAgAwlfsPdxYdHW0L93Hjxg0bNky7HRoaGhwcbFyi3baX9+HO/WjuTfO/invW3L/mXjb3tbnHzf1u7n1zH5x74twf51459825h75mjfTWuc/OPXcAAFXkWbiHhIQEBgZqtznKg4KCjEu02/buJ9xTU2Us+/vvZVx7+nQZ4+7YUca7vb1l7LtwYRkH9/GRMfGBA2V8fMkSGSv/9VcZNwcAsIY8C/e5c+f6+flptwMCAmbOnGlcot22l124X4pJjPv+2LV1G9PnzJXvzXfvLrNNataUmScFCsgslDp1ZEZKr158yCBzVDZulPkqCQn6JwIAsKQ8C/fz58+7u7snJSVduXLF09MzJibGuMT+sYcOHeLXns5db0c6d9rxVPuERzve+GenjALvpRXtklKyx41y/VKqDEutM5oaTKAmYdRyGrWLoK7zqN/nNGw5jVpDoetp2maau4MWf09f/EAbf6Idv9D+3+lYLP0WR+cv0+VkuoXRFwAwlfQMun6T4q9RbCKdipNA++EP2n2Sthyng3/oV7bJs3BnixYtqpbJNvHRuEQnu567vZuplHid/kykXy/QT2dp32+0LZq+PkKrDtCiPfTpdpqyiT78ioK/oCHLqM9C6jyX3plFLaZS44+p/niqNYq8R1DZIfRMPyrSkx7qLP893kP+9BhMlUfICi+Pk5X9ptDbs+ThvRfKU/ETToiSJ5+9jRbukZdb/6O89N5TdCRG3gwXmt9YCuY6AlhbajpdTaFLV+lsgiTD0bN04HfadYI2H6Oow7RyvyTVnO00fTN9/DWNXUfvr6LBSyWsuG/aPoJaT6c3P6FXQyWIuPNa9X3yGkbuA+mpvpJUD3ehf75Hj3SjJ3pTqf5UbogEWs2RVHcsNZoondrs5Crcc+9uwj3P8Sdx5YZ05H+/KG0gfww7T0g3f81B6fJzx58/Az4IGL2GAlfIYYF/pBwi/HcaNZ0kBw3/N4aqBJHnUCl00V5UsKuU/tHuVLwPPTuIKgZS9WCp+yuh5DuZ2sykjp9Sz89o4BIKWkXjvqRJGyn8W/psFy3fJx88t73f/UqHz9Av5ygmQbaP5Ju4NgxAXuLjdd7l467QmXg6cV46Z9xH5MP6TUdp3SHZExdmdhP5uP+jrylkneyqg5ZKJ6/LPNn3W02nNz6RPbreOOkLPpe5+5ceQE/2kR3/X53lP77Bf/JCvotX4NV4ZX4IP5Afzk/CT8VPyE/LT84vwS/EL8cvyi+9Yr+8DX4z/Jb4jfHb4zfJb5XfML/t+x5ssGK45zk+aLqWQhev0ulLFH1ODpT4iIkbbf7Alu2l+bto5lYK2yCf6IiVNGAxdZ9PHT6V5po/eG57Xwyhah9IW+2WubkU7iatRSF/aah5Wyk/lJ7/gF4YQw0nUrNJsqG8O5u6zaf+i2n4ChqzVvoCM7ZQ5E5aupfWHqRvjtGGI/TlYWkquJ0AMAXuch2PlT2Iezk/npHj4+3R0uXiTZp3Iu4MRXwrh9ETv5JeF2/5vB9xn+m9OXKYzh0v3jV4V+JOFXdpuWPL3Vvue/Ee9Ejm3sSdX+4Cc0eYu8O8o3HXmDvIfFj/2kfSZeY9sX3mAC93pblDzd1q7lzzbsWdPO5uc6ebu97cD+M9mjvj3Bfkjjl3z89mdsV4x0911YuuItxd1I1bMsTGGxC34bytf3+Kth6nr36URn7BbtnQP9lI46NkQ+S+QK8F1GkOtZ0pxwp8cMfbLm/H3DBwC8FNBW/QfDDBnQg+jOD9gR/Cj+Un4Wfjpz15gRKu4VgBnCUlVTZj3oZ5A+Y+8qyt0svhrgn3UfhQmI+DOYj/3TNz8KGzHPtWCJTeDC/3mSCDpc2nyHbLnSHu0PBh9NDlMl7KWz4fAXOfho+zP/9Ohkx5Y+aDYO5U/fCHHI6fipNRU96Drt+Uvpc1IdwVxxs3H98dOi39Du4B8f7Anf2Az6Wrou1afBRZtJech+D2oNJwOZbk3Yk7RNyFmRAl5xt4z9kWLWc7/kyU8x8AGu60ckebw3TTURnPnLZZxn+588tdae4Rcw+6zCAZrCjYVTrR3OHgQ0/uI/f4TMYlJt3uXnAPnXvBidfRvch7CHcQaekywPfzn3LgueagdIhC18scJD5WbTlN+lDPBVGJACrQVQ5vPQbLkCL3qng35p155Bc09RvpQG34SeYm/X5RBgrBvJKSpefLsbv+RxkR5uM8PtrjUH5rhgx9cLdaOyh8pJt0tGuMlIPFt2fJgLJtS9j4kwxf/HFJTjPCg4Jwh3vDwc3xzSHOUc67Me/MvEtr/TWOew59jn5uALgZ4MaAmwRuGLh54EaCmwpuMLjZ4MaDmxBuSLg5SXPV8Ur1pGfIMMUv52jPSTkbFLlThpUDV8h8Aa399h4hU8ge7iKTysoOkVHpJmFyhMfHeXy0N3OrHPltOS4n/2MSZNgQXBzCHZziZiqdS5LBnG3RMrAze5sM8gxeKgM+zafI4E+l4TIQ9FBnGRTyHCoDRE0n/RUlM7bI+eHNx2RA6Uy8DC5BdlLT6cJlGWje8Yt8vePT7TIz2FbqumNlBteTfaTUT/SW04kvjZWziB0/lbM14+1G3o6elY/svudmgKtBuMODlJEhp3NPXpBTu1/9KOOw2iBAz8/kNNoroXIq2H2gnBYu5C+jAc9/kDV0232+TD0K2yDzKKIOy3TSE+elZ6rS2bOUVDkreCRGTkWu2C+nIseuk1ki786WySG68yWVR8gs6RZTZcrd0NsHSWszD5Kiz8lULhwkWQ3CHcwh+aaMBhw+IyMD2qQLLek6fCozSl8MkT5psd6SdNxLrRD4V/904BLpn0Z8KxPavv1ZspIT88F+9YwPRE5fkimz3xyjJd/LlLtRa6jvor+GtsoMose6y9BWycxTkf/5UKbAau3ZpI1Z7Zk20wmnIiE7CHdQCvfcuZfKfdXddiPLw1fIRDrOR07JKkGSmAW7ykQO2/nAtjNlOmnwFzKTetEe+f7zvt/kpGLSPV5r7nKyXOiCH8vPsHAPTd5EH6zOOgppNFG+zeB2+1SkNj9Ve+neC7NeWjspfQAnpSEvINzBoq6myHQObSaf1n0evUZmUreLoNc/ptqj5KRikcz510/3yxr08JuSNejRYooMWPtHytdnGtyeSqR9U4YfxY/lZ+Dn6Xf7/MGy2+cP8M0yyDcId4Cc3EqTK1XYTlfO2S5fknx5vMwR0oZ68CUAcE0IdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABSHcAQAUhHAHAFAQwh0AQEEIdwAABT3gcJ89e/Z8FzB9+nT9IstDTYxQEx0UxMh1arJ8+XJ94GbKp3B3Edk1cVaGmhihJjooiJHr18Ra4X748GH9IstDTYxQEx0UxMj1a2KtcAcAsAiVw3337t3ajbS0tFmzZvXs2fPzzz+/cxXLQU10UBAj1MTIjDVROdwLFSqk3ejdu3fTpk3Dw8PffPPN4ODgO9eyFtREBwUxQk2MzFgTS4R7mTJlUlJS+EZiYqKHh8cdK1kMaqKDghihJkZmrIklwv2VV15JT0/nG7du3fLy8rpjJYtBTXRQECPUxMiMNVE53D09PUuVKlWnTh1uYKdNm5aRkdGyZcsBAwbo17MS1EQHBTFCTYzMWBOVw51xG3v69Olt27YdOXKEb4eHh3N7q1/JYlATHRTECDUxMl1NVA731NTUiIiIwMDAPXv22BYOHz7cbhXLQU10UBAj1MTIjDVROdz9/f19fHwmTpzo7e29du1abWHRokXvXMtaUBMdFMQINTEyY01UDvcSJUokJSXxjdjY2HLlysXFxZHLfx7OhprooCBGqImRGWuicrhXqFAhPj5euz1nzpzWrVuTy38ezoaa6KAgRqiJkRlronK4T5482cvLKzQ0VPuzTZs2zZo1s01psibURAcFMUJNjMxYE5XDnUVHR3/99dfa7fT09GXLlvXp0+fOVSwHNdFBQYxQEyPT1UTxcI+NjQ0PDw8ODg4KCpo5c2ZMTIx+DetBTXRQECPUxMh0NVE53CMjIz08PLh1Dc0UEBDg6ek539q/CYWa6KAgRqiJkRlronK4e3l5Xbp0yX7JlStXatSoYb/EalATHRTECDUxMmNNVA73ihUrXrhwwX5JYmKii38ezoaa6KAgRqiJkRlronK4L1682N3d3dfXd9iwYYGBgX5+fm5ubq5/FWanQk10UBAj1MTIjDVROdxZXFzc/Pnzx40bFxISMnfu3PPnz+vXsB7URAcFMUJNjExXE5XD3YyXg3A21EQHBTFCTYzMWBOVw92Ml4NwNtREBwUxQk2MzFgTlcPdjJeDcDbURAcFMUJNjMxYE5XD3YyXg3A21EQHBTFCTYzMWBOVw92Ml4NwNtREBwUxQk2MzFgTlcM9NTXVdJeDcDbURAcFMUJNjMxYE5XDnUsfEBAQFRWl/Vo5EGpigIIYoSZGZqyJyuHO+JNYt25d3759e/fuvWrVquvXr+vXsB7URAcFMUJNjExXE8XD3ebWrVsbNmzo169fjx499PdZFWqig4IYoSZGZqmJyuHerFmz1atX6xampaXplljN7t27tS9i8AbKB5sREREu/iPuznb8+PGJEyf2799/xIgRs2fPjo+Px0ZivLwtamLk4jVROdwffvhhblqbNGkSHR2tv8+qeHf18vKqUqWKv79/9erVQ0NDGzRoMGDAAP16lsFtm6enZ0BAQKVKlVq3bs1H3GXKlNm8ebN+PSsx4+VtwUjlcNcmKh06dKhRo0acZevXr79x44Z+JYtxc3O7evXqzZs3ixQpcuTIEV6SlJTk7u6uX88yONMvX77MNy5cuFC1alW+cfbs2Vq1aunXsxIzXt7W2Ro2bFjdEf16rkT9cNesWrWqZcuWxYsXb968ud0qlsPhzlmWkpLy+OOPc7PHSxISEp599ln9epbB/3YtyFJTU7l/yje4B2Dl1o7MeXlbZzt37hxHeVhYWPSd9Ou5EquEu+b69esrV67ULbSUsWPHcpxxivXt25c7qmPGjHnxxReHDh2qX88ygoODa9asOXr06Lp16/bq1Ysj/vnnnx8yZIh+PSsx4+Vt88GUKVNsV5UxBZXDnYNMvwiI9u/ff/DgQb6xfft23nsXLlyYkZGhX8lKuL0fNGjQvHnz0tPT09LStm7dql/Dekx3eVswUjncydFJf/0a1oOa6KAgoCSVwx0n/Y1QEx0UBFSlcrjjpL8RaqKDghiZcWaIs5mxJiqHO076G6EmOiiIkRlnhjibGWuicrjjpL8RaqKDgjhkupkh+cB0NVE53FNTU3HSXwc10UFBjLgm+kWWZ8aaqBzuZrxKp7OhJjooiBFqYmTGmqgc7mTCq3TmA9REBwUxQk2MTFcTxcPdxixX6cxPqIkOCmKEmhiZpSZWCXcbF79KZz7AFW51jF9isnhBHEJNTHetbMuFu8XhCrc6+BIT3A0zXitb5XA34/cOnA1XuNXBl5iMsOMYmfFa2SqHuxm/d+BsuMKtDr7EZIQdx8iM18pWOdzJhN87cDZc4VYHX2JyCDuOjhmvla14uIMRrnCrgy8xwd0w3bWyFQ93PoDas2cPp9i+fftGjRq1dOlSF/88nI276hEREdxF1c77a4YPH263iuVgIzFCTXTMuOOoHO6jR48uWbJkgwYN2rdvX7lyZT6Gql27Nn88+vWsxN/f38fHZ+LEid7e3rbj7qJFi965loVgIzFCTYzMuOOoHO6lSpVKSEjgG/Xq1VuyZAllnivz8PDQr2clJUqUSEpKoszJ3eXKlYuLiyOX30adChuJEWpiZMYdR+Vwf/bZZ7VvGSxYsODs2bOU+RuqZcuW1a9nJRUqVIiPj9duz5kzp3Xr1uTy26hTYSMxQk2MzLjjqBzu/fv3567Hpk2btD8PHDjQrFmzXr163bmWtUyePNnLyys0NFT7s02bNlwT4y+JWwc2EiPUxMiMO47K4c7Wr1+/e/du7XZUVNTs2bPxLero6Oivv/5au52enr5s2bI+ffrcuYq1YCMxQk2MTLfjKB7uAADWhHAHAFAQwh0AQEEIdwAABSHcAQAUhHB3on8AwN/R7zaQR1BZJ3LlDbd3794tW7asX7++7asZAPnPlfcRs0NlnciVN9zU1FT9IoB858r7iNmhsk6U+w33wIEDTZo00S915Pr163/++ad+aaaIiAh+J2fOnNH+3LZt22OPPRYbG6v9OXny5I8//phv8MPfeustb2/vKlWqDBgw4MaNG7Zn0PCSfv36Gd9SWlqa9j3s77//np+ZH+7l5VW+fHnt1/suXbpUoECBKplKlizp5+fHz3P27NmCBQtqC9lLL71k/4R//PFHoUKFeHmlSpWqV6+ufVUy54c4fBXbG8vusTNmzKhYsWK1atUaN25sq8/p06dbtGjh6enJr961a1fbj9w7rA/XVvvphrwyZMgQ7ePQ+Pr6bty40e7+LCtXrnz//ff1Sx0xfl5Lly4dO3as/ZLsGNfkf7v9nzYJCQlRUVHk6CE5y/0+AtlBZZ0o9xuucc90KCMj44MPPrAPBXucXC+++OLUqVO1PzncixUr1qFDB+1PLdxv3rzJsbV69WrKDOsRI0a8/fbbtmfQhIWF7dq1y/iW7MPddhcnsvYzfhy7nJLaQn6VevXqzZ8/n9M2u5igzHC3/ajbr7/+WrZsWQ7WnB/i8FXsw9342Ojo6DJlyly7do1vb9mypX79+try//znPxzZXFJ++KBBg3r27EmZz+mwPhz977777l9PmmtcQ37z2m1uP0qVKuXwV5j/NtxtXyg1fl78hCkpKfZLsmNc01hGDRdTu9yK8SE5y/0+AtlBZZ0o9xuucc90iIOpePHiDsOdu1QcEBy1nFnaEg53TvY6depwjtDtcP/ss8/8/f1tj+Jo42g+efKkbQlr1KgROXpLDsOdu+2vvfYa3Rm7bPDgwfyKDtPWxj7c2ZgxYz766KOcH+LwVXIOd363tWvX5tTW/tSC+9tvv23WrJltHY5+LUNzqE+3bt24BbLdlUv8zNzkaD8Ysn79+nbt2lFmYrZq1Ypr8vLLL2/YsIFuh3tqaiq/q1q1ar3wwgv8ufDyNWvW9O7dmz/co0ePak9o/Ly0znVycjK3T1wBPjjQflZw0aJFH374IWV+oFr9tTWvXr363//+l1/lnXfe4WMycvR++C7ezBYsWKA9xMfHR3sD27dv5zWN79Mm9/sIZAeVdaLcb7jGPTM706dPdxjukZGRnTt35r2RY067TimHe6dOnXbv3s3deY4SLdy5i8p7pv0De/To8cUXX9j+5EbijTfeIEdvyT7cH3/8cd7nOWcfeuihvXv30p2xy2nIaXL48GFO20KFCtl+eVnX+dWF+6pVq/jN5PwQh69iH+7Gx6anp3O6cST17dvXdpEs2yCVTg71mTRpEket/V25FBAQMHv2bL7Rq1cv7ZkPHTqkXU59z549nLN0O9wXLlz4v//9j//ct2+fFtAc7s8995x2OKIxfl5a/vLb1i6NwuXVqpRduE+YMEFbc/ny5dqaxvdj67lrD+GDPO0aW9zK8hLj+7TJ/T4C2UFlnSj3G65xz8xOduHOiaz9tgDvhHPmzKHb4c43uFfIgaXF2cCBA3kPtH+gLVk03BhwCJKjt+Sw575z5053d3e+y340/Kmnnmrbti23KA670ja6cOc+tRbuOTzE4avk3HPXnDp1aubMmfxyWjYFBQXxn9pd3P/lRz366KP85DnUh/N09OjR9nflEpeuadOmlPnj3baY5vTkj+/NTHQ73LmTztGprVCiRImUlBR+M/3797/9TML4eWn5y9sDH6ZQ5sgSV4yyD/fmzZtra3IX/sknn9SeRPd+dOHOhzLakSJHOT/K+D6125QX+whkB5V1otxvuMY9MzsOw/3y5cvclX4xE3fotAEHW7hz5PFRdkhICD9w/vz53bt3tz2Qk7FatWr2ow18W+t8Gd+Sw3BnfAx+/Phx+z41d5YbNGjAPfoc0pYM4c5hwd3AnB/i8FVyDnfud69fv167zf/ecuXKnTlzhhOcD3TsV/P29uYnz6E+8+bNCw8P/+sBucbvv0yZMrt27eJU1ZZERUVxS7NkyRKusC7cly1bpq1TunTp5ORkDnfdWLzx89Lyl59Hi+wbN24888wzZBfufJRmH+4tWrTQ1uRQ5mgmR+9HF+58g+vDL92qVSvKnHere5/abcqLfQSyg8o6kW3DHbXmHv6zZ9wzOVYcnrByGO68u2q7HGUGfZEiRfj/tnCnzNzkHZsfyM9ZuXLldevWUeZLjBw5UotyG16o9cWMb8lhuF+8eLFYsWLx8fG60fABAwZwgDpMWxv7cOfbHLuxsbE5P8Thq+Qc7pxQ3OZpXWOOdc5T7sNy0nGDp038YNyL/9e//sVPnkN9hg8fbv+7mllGjbqH/wz4sID7vJGRkdqfgwcP1o66+EhLGxzTwp3/bN++PWX+drNWsbsPdz7a6NevH2U+RKsS5692XoFLZx/unPjamvzP19Y0vh8Od218xhbuXJZ69eppHXbj+7RBuDsPKutEeRLu2ii2hjtQ3FvUek86DsO9ZcuW9kMr3AX7/PPP7cOds6xs2bLaAzkBef+sWrUqp2S3bt20HxWz16FDh7i4OONbMo65c6+NO2iTJk0iQ+xOnjy5Z8+eukFwZj+PkwO9cOHCvJATmf+vzQXM+SEOXyW7MXfbY6dNm1azZk3um/O/+ssvv9Qe+/vvv3Ng8UIfHx9+nlGjRiUmJmpP4rA+vNA4bVQf3zn/Z7B161atUdH+PHToUKNGjfhdcXBzG8Ntie2EapcuXfgI6aWXXuLcpGzCXfd5afnLzTw/IT+WY1c7Tcov9+qrr/KS119/XZuxo6159epV3pC4IWzXrl3dunUdvh9+Nq4YH9/Ywp03Bv4Q+bGU+aUK3fu0Qbg7DyrrRIptuNw70/ZbsOFci4iI0C81G+NhTb5RbB9xKaisE6m34e7cuVO/yNr27t2rwHd9tVGXB0K9fcR1oLJOhA0XIGfYR5wHlXUibLgAOcM+4jyorBNhwwXIGfYR50FlnQgbLkDOsI84DyrrRNhwAXKGfcR5UFknwoYLkDPsI86DyjrRPwDg7+h3G8gjqCwAgIL+Hw+1saJZH6bdAAAAAElFTkSuQmCC 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 false 264627318 288257034 0 0 264627318 287971240 0 285794 0 0 7030285 5313135 -739983 -162522106 270917620 131048063 256775003.95 0 0 6.29 148.43 113.64 -93.43 2.05 0 2.28 0 0.64 0.86 1.33 16.08 0.75 0.90 1.48 29.82 -0.11 -0.04 -0.15 326.49 -0.09 -0.02 -0.12 486.91 0 0 0 0 -0.02 -0.02 -0.03 72.90 0 0 0 0 270917620.08 256775003.95 270917620.08 Política de inversión: El Fondo invertirá al menos el 90% de su patrimonio en IIC de IL o vehículos similares nacionales o extranjeros, domiciliados en la UE/ OCDE o gestionados por una gestora o entidad que desarrolle funciones similares y con análoga exigencia de responsabilidad, sujeta a supervisión con domicilio en un país de la OCDE (los Fondos Subyacentes o FS). false false false false false false false false false false No aplica. true false false false false false false false false true a. Participaciones significativas Las entidades con participación significativa sobre el patrimonio del fondo al último día del periodo, según la definición recogida en el artículo 31 del RIIC, son las que a continuación se enumeran: MAPFRE ASSET MANAGEMENT SGIIC, S.A. Participación directa: Volumen 269.689 miles de euros (100% sobre patrimonio) j. Otras informaciones u operaciones vinculadas. La gestora dispone de un procedimiento para evitar los conflictos de interés en las operaciones vinculadas. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El comportamiento de los mercados durante el último semestre de 2025 se ha caracterizado por una elevada inestabilidad derivada de las negociaciones comerciales entre EEUU, China e India, circunstancia a la que se han unido las negociaciones de paz entre Rusia y Ucrania con la mediación de EEUU, los acontecimientos de Venezuela y el alivio de la tensión en Oriente Medio, presionando la cotización del crudo. Sin embargo, las fuertes inversiones en centros de datos y en la fabricación de chips relacionados con la inteligencia artificial, los planes de defensa e infraestructuras europeos, los estímulos chinos a su economía y el crecimiento en Latinoamérica, con una inflación a la baja y políticas que refuerzan la confianza y resiliencia en la región y, finalmente, los recortes de tipos de la Reserva Federal Norteamericana, han sido factores que han impulsado a los índices de renta variable mundiales. Mientras, en Europa, la política de relajación monetaria del BCE parece haber llegado a su fin, a la vez que el Banco de Japón ha subido los tipos de interés. b) Decisiones generales de inversión adoptadas. Durante el segundo semestre el fondo ha realizado el pago del dividendo anual a los inversores, así como una inversión adicional acorde con la política de inversión detallada en el folleto del fondo. Adicionalmente se han tenido suscripciones de nuevos inversores tanto del grupo como externos. La evolución de los fondos subyacentes ha sido positiva en general. c) Índice de referencia. No aplica. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo considerado, el patrimonio del fondo asignado a esta clase registró una variación positiva, situándose a la fecha del informe en 229.617,24 miles de euros. El número de partícipes del fondo asignado a esta clase se mantiene en 25. La rentabilidad de la clase en el periodo considerado fue del 1,50% tras haber soportado unos gastos totales del 0,41% (de los cuales el 0,31% son gastos indirectos). e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad de esta clase se sitúa por encima de la media de rentabilidad de las clases de los fondos con la misma categoría gestionados por MAPFRE ASSET MANAGEMENT, SGIIC, SA debido a la diferente composición de la cartera y a los gastos soportados . 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La inversión realizada ha sido en un fondo semilíquido de Invesco. b) Operativa de préstamo de valores. No aplica. c) Operativa en derivados y adquisición temporal de activos. No aplica. d) Otra información sobre inversiones. No aplica. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. No aplica. 5. EJERCICIO DERECHOS POLITICOS. MAPFRE AM ejerce sus obligaciones respecto del ejercicio del derecho del voto en todos los valores que componen sus carteras de acuerdo con los principios establecidos en su política. En particular, teniendo en cuenta los intereses de los clientes por encima de cualquier otra consideración y la filosofía de crear valor a largo plazo, así como el espíritu de los Principios de Inversión Responsable (PRIs) de los que MAPFRE es firmante. Una versión actualizada de su Política de implicación y de derecho de voto puede encontrarse en su página web (www.mapfream.com/políticas). Durante el ejercicio 2025, MAPFRE AM ha ejercido los derechos inherentes a los valores cotizados en los que ha invertido por cuenta de las IIC en beneficio exclusivo de los partícipes, siguiendo los principios y criterios de su política. Puede encontrarse más información a este respecto en el informe anual sobre el Ejercicio de la Política de Voto publicado en la página web (www.mapfream.com/informes-obligatorios/). 6. INFORMACION Y ADVERTENCIAS CNMV. No aplica. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No aplica. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Aunque el 2026 ha comenzado con muchas noticias y titulares geopolíticos, el consenso de mercado apunta a otro año positivo para los inversores. Se espera que el crecimiento mundial continue la tendencia de los últimos años (e incluso que pueda sorprender al alza debido a los paquetes de estímulo fiscal anunciados), la inflación converja poco a poco hacia el objetivo de los Bancos Centrales y que la implantación de la IA genere mejoras de la productividad, ampliación de los márgenes empresariales y mayores beneficios entre un mayor número de sectores y compañías. Todo ello condicionado a que la incertidumbre geopolítica no se canalice hasta el mundo corporativo. La política monetaria no será un freno a este sentimiento positivo puesto que con la excepción del Banco Central de Japón, la mayor parte de bancos Centrales (tanto de países emergentes como desarrollados) están más inclinados hacia recortar tipos que subirlos. Este escenario de consenso también tiene riesgos. Las valoraciones y la complacencia en los mercados de renta variable pueden provocar episodios de volatilidad especialmente si la monetización de la IA se pone en duda ya que en este 2026 buena parte de los inversores quieren empezar a ver retorno de parte de las grandes inversiones realizadas. Los déficits fiscales y la falta de apetito por los tramos más largos de la deuda pública también pueden suponer otra fuente de incertidumbre ya que la emisión de deuda se espera marque un máximo histórico. Estos planes de gasto público tienen el riesgo adicional de sobrecalentar unas economías que no necesitan de estímulo para crecer y elevar la inflación poniendo en jaque a las políticas monetarias laxas esperadas a nivel mundial. No Aplica Datos cuantitativos: A lo largo del ejercicio 2025 la gestora ha abonado: Remuneraciones a 82 empleados y consejeros, por un total de 5.927.535,29 euros, de los cuales 4.371.507,10 euros en concepto de remuneración fija, 453.817,52 euros en otros conceptos y 1.102.210,67 euros de remuneración variable cobrada en el 2025 con respecto al variable del 2024 y ejercicios anteriores). Además, están pendientes de pago 385.377 euros correspondientes al ejercicio 2024 y anteriores (de esta cantidad una parte corresponde a acciones cuyo valor se revisará en la fecha de entrega). Remuneraciones a 7altos cargos, por un total de 1.431.445 euros (795.343,49 euros en concepto de remuneración fija, 137.970,98 euros en otros conceptos, y 498.130,60 euros de remuneración variable cobrada en el 2025 con respecto al variable del 2024 y ejercicios anteriores). Además, están pendientes de pago 371.673 euros correspondientes al ejercicio 2024 y anteriores (de esta cantidad una parte corresponde a acciones cuyo valor se revisará en la fecha de entrega). Remuneraciones a 8empleados personal relevante, por un total de 1.080.819 euros (756.432,72 euros en concepto de remuneración fija, 116.445,04 euros en otros conceptos y 207.940,97 euros de remuneración variable en el 2025 con respecto al variable del 2024 y ejercicios anteriores). Además, están pendientes de pago 13.705 euros correspondientes al ejercicio 2024 y anteriores. Contenido cualitativo: El Consejo de Administración de Mapfre Asset Management, S.G.I.I.C, S.A, es el órgano responsable de aprobar la Política de Remuneraciones de la sociedad. El 6 de marzo de 2024 se aprobó la versión actualmente vigente. La Política de Remuneraciones promueve una adecuada y eficaz gestión del riesgo, desincentivando la asunción de riesgos que excedan de los límites de tolerancia, así como los conflictos de intereses; y actúa como un elemento motivador y de satisfacción que permita alcanzar los objetivos marcados y cumplir con la estrategia. Atendiendo a cada grupo de empleados, se describen las tipologías de objetivos fijados para el año 2025 a efectos de la obtención de la remuneración variable anual de los empleados bajo nómina de Mapfre Asset Management: Altos cargos: Cuantitativos (resultados del grupo, cumplimiento de rentabilidad, entre otros) y cualitativos (soporte a otras áreas, consecución de diferentes proyectos, cumplimiento del Plan de Sostenibilidad, entre otros). Empleados con incidencia en el perfil de riesgo de las IIC: Cuantitativos (resultados del grupo, cumplimiento de rentabilidad, entre otros) y cualitativos (soporte a otras áreas, consecución de diferentes proyectos, integración de criterios ESG en el proceso de inversión, cumplimiento del Plan de Sostenibilidad, entre otros). Empleados que controlan riesgos: Una parte de los objetivos se relacionan con el entorno de control y la prevención de riesgos entre otros. La política de remuneración de MAPFRE AM contempla los riesgos no financieros; en concreto los riesgos de sostenibilidad. Una buena parte de los objetivos se relacionan con el entorno de control y la prevención de riesgos entre otros. Resto de empleados: Cuantitativos (resultados del grupo, rentabilidad de las IIC gestionadas entre otros) y cualitativos (puesta en marcha de proyectos o labores propias de la función desarrollada entre otros). No Aplica